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Optical ber consists of a core and a cladding, as illustrated in Figure 9.23. At present the most ef cient core material is silica (SiO2 ). The cladding is a dielectric material that surrounds the core of an optical ber. The practical propagation of light through an optical ber may best be explained using ray theory and Snell s law. Simply stated, we can say that when light passes from a medium of higher refractive index (n1 ) into a medium of lower refractive index (n2 ), the refractive ray is bent away from the normal. For instance, a ray traveling in water and passing into an air region is bent away from the normal to the interface between the two regions. As the angle of incidence becomes more oblique, the refracted ray is bent more until nally the refracted energy emerges at an angle of 90 with respect to the normal and just grazes the surface. Figure 9.24 shows various incident angles of light entering a ber. Figure 9.24b illustrates what is called the critical angle, where the refracted ray just grazes the surface. Figure 9.24c is an example of total internal re ection. This occurs when the angle of incidence exceeds the critical angle. A glass ber, for the effective transmission of light, requires total internal re ection.



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. Incremental redundancy with a maximum of four transmissions. A constellation rearrangement for 16QAM is modelled for retransmissions (the constellation rearrangement is discussed in 4). . A log-normally distributed channel quality information (CQI) measurement error at the UE with a standard deviation of 1 dB. . The delay from CQI measurement until it is reported to the Node B and used for adaptation is assumed to be 6 ms.

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Plankton levels of toxic hydrocarbons Plankton level of zinc Surface water concentration of heavy metals Egg number sampled Miotic-chromosomal abnormalities Viabilityof later-stage embryos Miotic index Gross malformations of later-stage embryos Later-stage differentiation difficulties





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Y fy 1 ; . . . ; y L g, the summation of eigenvalues n li , and threshold q of accumui 1 lation ratio. 1. Calculate the mean vector of the given training samples Y. y 2. Calculate the accumulation ratio A0 U0 k from equation (7.15). 3. If A0 U0 k ! q, terminate this algorithm. 4. For i 1 to L do Obtain the following residue vectors hi using the ith training sample y i : hi End for ri x x where ri y i Uk UT y i : k jjri jj 7:19

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Elisseeff, J, Anseth, K, Sims, D, McIntosh, W, Randolph, M, Yaremchuk, M, Langer, R (1999) Transdermal photopolymerization of poly(ethylene oxide)-based injectable hydrogels for tissue-engineered cartilage Plast Reconstr Surg 104: 1014 1022 Elisseeff, J, McIntosh, W, Anseth, K, Riley, S, Ragan, P, Langer, R (2000) Photoencapsulation of chondrocytes in poly(ethylene oxide)-based semi-interpenetrating networks J Biomed Mater Res 51: 164 171 Elisseeff, JH, Lee, A, Kleinman, HK, Yamada, Y (2002) Biological response of chondrocytes to hydrogels Ann NYAcad Sci 961: 118 122 Farndale, R, Buttle, D, Barrett, A (1986) Improved quantitation and discrimination of sulphated glycosaminoglycans by the use of dimethylmethylene blue Biochim Biophys Acta 883: 173 177 Freed, L, and Vunjak-Novakovic, G (1995) Tissue engineering of cartilage In Bronzind, J, ed, The Biomedical Engineering Handbook Boca Raton, CRC, pp.

temperature is excessive and the water vaporizes. This causes dangerously high pressure within the primary loop, so a second relief valve is opened and the valves to the redundant reservoir are closed. Once again, steam exits out from the relief valve along with hydrogen gas and radioactive material. After a long wait, it is judged that the redundant reservoir valves can once more be opened. Water once again enters the primary loop, and the core begins to cool. 6. Hours 16 Through 72 There is concern that an explosion of a hydrogen bubble in the containment vessel would rupture the vessel and radioactive material would spew from the rupture. To avert this scenario of cials vent gas from the containment vessel, releasing radioactive material. Although radioactive gas is released, the far more dangerous scenario is averted. 7. Aftermath A cleanup effort costing around $973 million began in August 1979 and ended in December 1993. Since the accident, within the US no new orders for nuclear reactors have been placed with manufacturers and many were canceled. Only one new reactor that was under construction at the time of the accident has come online. Although economic factors were the central cause for discontinuing investments in nuclear facitlities, the accident hastened decisions and created a political environment that looked on nuclear energy with disfavor.

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